<p>The following table shows certain Siegel modular cusp forms of weight 2 on
  <a class="knowl-title" knowl="mf.siegel.group.paramodular">paramodular groups</a>
  of prime levels. More precisely, it shows
  <ul>
    <li>in level 277, the <a class="knowl-title" knowl="mf.siegel.newform.paramodular">nonlift</a>,</li>
    <li>in levels 349, 353, 389, 461, 523, 587,
      the <em>conjectured</em> nonlifts.</li>
  </ul>
  The number (#) next to each orbit denotes the number of eigenforms in the orbit.
</p>

<div class="box1">
  <table>
    <thead>
      <tr><th>Weight</th><th>Level</th><th>Galois-Orbits of nonlifts</th></tr>
    </thead>
    {% for wt,forms1 in forms %}
      {% for form,dim in forms1|sort  %}
    <tr class = "{{ loop.cycle( 'odd', 'even') }}">
      <td>{{ wt }}</td>
      <td>{{ form|replace('PY2_','')|replace('_minus','')|replace('_plus','') }}</td>
      <td>
	<a href="{{ url_for( 'ModularForm_GSp4_Q_top_level', group='Kp', form = form, weight = wt, page = 'specimen') }}">{{ form }} ({{ dim }})</a>
      </td>
    </tr>
      {% endfor %}
    {% endfor %}
  </table>
</div>
